%PDF-1.6
%
1 0 obj
<>/OCGs[6 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
TABULEIRO 60x60
2021-11-25T16:34:30-01:00
2021-11-25T16:34:30-01:00
2021-11-25T16:34:30-01:00
Adobe Illustrator 26.0 (Macintosh)
256
256
JPEG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uuid:a31b341d-bfa2-5f40-a19c-5ad3789747a2
xmp.did:96c89bba-c92f-4047-a367-08c54719d762
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:4c6bb530-9301-9045-9206-24274487f3c6
xmp.did:5f7a929c-0423-4242-b810-544b4653fcbb
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:4512d92b-0861-466c-bb96-3fcd9a1640c8
2021-11-24T15:05:03-01:00
Adobe Illustrator 26.0 (Macintosh)
/
saved
xmp.iid:96c89bba-c92f-4047-a367-08c54719d762
2021-11-25T16:34:26-01:00
Adobe Illustrator 26.0 (Macintosh)
/
Print
Adobe Illustrator
False
True
1
60.000000
60.000000
Centimeters
BebasNeue-Regular
Bebas Neue
Regular
Open Type
Version 2.000
False
BebasNeue-Regular.ttf
Cyan
Magenta
Yellow
Black
Grupo de amostras padrão
0
Branco
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Preto
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
Vermelho CMYK
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
Amarelo CMYK
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
Verde CMYK
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
Ciano CMYK
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
Azul CMYK
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
Magenta CMYK
CMYK
PROCESS
0.000000
100.000000
0.000000
0.000000
C=15 M=100 Y=90 K=10
CMYK
PROCESS
15.000000
100.000000
90.000000
10.000000
C=0 M=90 Y=85 K=0
CMYK
PROCESS
0.000000
90.000000
85.000000
0.000000
C=0 M=80 Y=95 K=0
CMYK
PROCESS
0.000000
80.000000
95.000000
0.000000
C=0 M=50 Y=100 K=0
CMYK
PROCESS
0.000000
50.000000
100.000000
0.000000
C=0 M=35 Y=85 K=0
CMYK
PROCESS
0.000000
35.000000
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000000
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
20.000000
0.000000
100.000000
0.000000
C=50 M=0 Y=100 K=0
CMYK
PROCESS
50.000000
0.000000
100.000000
0.000000
C=75 M=0 Y=100 K=0
CMYK
PROCESS
75.000000
0.000000
100.000000
0.000000
C=85 M=10 Y=100 K=10
CMYK
PROCESS
85.000000
10.000000
100.000000
10.000000
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000000
95.000000
30.000000
C=75 M=0 Y=75 K=0
CMYK
PROCESS
75.000000
0.000000
75.000000
0.000000
C=80 M=10 Y=45 K=0
CMYK
PROCESS
80.000000
10.000000
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
15.000000
0.000000
0.000000
C=85 M=50 Y=0 K=0
CMYK
PROCESS
85.000000
50.000000
0.000000
0.000000
C=100 M=95 Y=5 K=0
CMYK
PROCESS
100.000000
95.000000
5.000000
0.000000
C=100 M=100 Y=25 K=25
CMYK
PROCESS
100.000000
100.000000
25.000000
25.000000
C=75 M=100 Y=0 K=0
CMYK
PROCESS
75.000000
100.000000
0.000000
0.000000
C=50 M=100 Y=0 K=0
CMYK
PROCESS
50.000000
100.000000
0.000000
0.000000
C=35 M=100 Y=35 K=10
CMYK
PROCESS
35.000000
100.000000
35.000000
10.000000
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000000
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
95.000000
20.000000
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
40.000000
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
40.000000
45.000000
50.000000
5.000000
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000000
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000000
65.000000
40.000000
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
40.000000
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000000
50.000000
75.000000
10.000000
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000000
60.000000
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
40.000000
65.000000
90.000000
35.000000
C=40 M=70 Y=100 K=50
CMYK
PROCESS
40.000000
70.000000
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
70.000000
80.000000
70.000000
R=187 G=85 B=88 copiar 2
PROCESS
100.000000
CMYK
20.999999
57.999998
46.000001
0.000000
C=24 M=84 Y=78 K=0
PROCESS
100.000000
CMYK
23.999999
83.999997
77.999997
0.000000
R=166 G=208 B=119
PROCESS
100.000000
CMYK
42.200351
0.000000
65.362018
0.000000
R=255 G=219 B=100
PROCESS
100.000000
CMYK
0.836194
13.434042
69.311053
0.000000
R=125 G=185 B=79
PROCESS
100.000000
CMYK
57.622641
1.882963
84.084839
0.000000
R=50 G=93 B=124
PROCESS
100.000000
CMYK
83.590442
54.540318
31.882200
17.050430
R=26 G=59 B=96
PROCESS
100.000000
CMYK
97.790492
75.970089
35.443655
27.161059
R=255 G=255 B=127
PROCESS
100.000000
CMYK
6.018158
0.000000
61.000991
0.000000
R=255 G=255 B=255
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
0.000000
R=255 G=212 B=127
PROCESS
100.000000
CMYK
0.000000
19.226366
58.007169
0.000000
R=244 G=187 B=116
PROCESS
100.000000
CMYK
3.231861
31.183335
60.057980
0.000000
R=125 G=185 B=225
PROCESS
100.000000
CMYK
53.423357
14.303806
3.152514
0.000000
R=255 G=212 B=127 copiar 2
PROCESS
100.000000
CMYK
0.000000
12.000000
31.000000
0.000000
R=182 G=222 B=255
PROCESS
100.000000
CMYK
31.457999
3.872740
0.000000
0.000000
R=187 G=85 B=88
PROCESS
100.000000
CMYK
20.633249
74.734110
55.281907
10.235751
R=105 G=142 B=57
PROCESS
100.000000
CMYK
63.970393
25.204852
93.887234
8.670176
R=165 G=116 B=68
PROCESS
100.000000
CMYK
27.524221
50.716406
74.038297
21.185625
R=141 G=185 B=68
PROCESS
100.000000
CMYK
52.861828
5.429160
87.606621
0.000000
R=106 G=185 B=233
PROCESS
100.000000
CMYK
58.010221
11.667047
0.000000
0.000000
R=244 G=168 B=103
PROCESS
100.000000
CMYK
1.391623
41.532004
63.472950
0.000000
R=185 G=127 B=68
PROCESS
100.000000
CMYK
22.796978
49.881741
77.044326
12.927443
R=123 G=171 B=68
PROCESS
100.000000
CMYK
59.066147
11.761653
89.022654
0.555428
R=185 G=116 B=68
PROCESS
100.000000
CMYK
22.287327
56.670481
75.909054
12.228580
C=49 M=13 Y=2 K=11
PROCESS
100.000000
CMYK
49.000001
13.000000
2.000000
11.000000
C=70 M=21 Y=2 K=16
PROCESS
100.000000
CMYK
69.999999
20.999999
2.000000
16.000000
R=125 G=185 B=79 copiar 4
PROCESS
100.000000
CMYK
49.000001
1.882963
38.999999
0.000000
R=125 G=185 B=79 copiar 2
PROCESS
100.000000
CMYK
63.000000
1.882963
61.000001
0.000000
R=255 G=212 B=127 copiar 3
PROCESS
100.000000
CMYK
0.000000
31.999999
72.000003
0.000000
R=125 G=185 B=225 copiar 7
PROCESS
100.000000
CMYK
31.000000
37.000000
0.000000
0.000000
R=125 G=185 B=225 copiar 4
PROCESS
100.000000
CMYK
41.999999
51.999998
0.000000
0.000000
R=125 G=185 B=225 copiar 2
PROCESS
100.000000
CMYK
47.999999
73.000002
0.000000
0.000000
R=125 G=185 B=225 copiar 9
PROCESS
100.000000
CMYK
0.000000
40.000001
22.000000
0.000000
R=125 G=185 B=225 copiar 8
PROCESS
100.000000
CMYK
0.000000
68.000001
30.000001
0.000000
Cinzas
1
C=0 M=0 Y=0 K=100
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
C=0 M=0 Y=0 K=90
CMYK
PROCESS
0.000000
0.000000
0.000000
89.999400
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998800
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999700
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999100
C=0 M=0 Y=0 K=50
CMYK
PROCESS
0.000000
0.000000
0.000000
50.000000
C=0 M=0 Y=0 K=40
CMYK
PROCESS
0.000000
0.000000
0.000000
39.999400
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998800
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999700
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999100
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998800
Luzes
1
C=0 M=100 Y=100 K=0
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
C=0 M=75 Y=100 K=0
CMYK
PROCESS
0.000000
75.000000
100.000000
0.000000
C=0 M=10 Y=95 K=0
CMYK
PROCESS
0.000000
10.000000
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000000
100.000000
0.000000
C=100 M=90 Y=0 K=0
CMYK
PROCESS
100.000000
90.000000
0.000000
0.000000
C=60 M=90 Y=0 K=0
CMYK
PROCESS
60.000000
90.000000
0.003100
0.003100
Adobe PDF library 16.03
endstream
endobj
3 0 obj
<>
endobj
8 0 obj
<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 58 0 R/TrimBox[0.0 0.0 1700.79 1700.79]/Type/Page>>
endobj
9 0 obj
<>stream
HWI$
+NoW AAHh&{ȌGDUF: ԥ-2H~?w.}O[ھ}_PynO{~"[-.jjhIr禺ɫR8<ФqNݾ-Œ,[ι*]zIvs٧=p+{ 4leog݇{~I{/@ߧt /q{Ku&:7F^p2/s
$h=